Certified College Courses offers a comprehensive grounding in core scientific and mathematical principles. It is ideal for students aiming for careers or further demanding healthcare studies, or for those seeking to strengthen their analytical skills. The courses emphasize logical reasoning, quantitative analysis, and a deep understanding of natural laws.
Modules
Physics
- Methods and Common Calculations
- Translational Motion
- Force
- Equilibrium
- Energy of Point Object Systems
- Work
- Momentum
- Fluids
- Gas Phase
- Electrostatics
- Circuit Elements
- Magnetism
- Periodic Motion
- Sound
- Light: Electromagnetic Radiation
- Geometrical Optics
- Atomic Nucleus
- Electronic Structure
- Thermodynamics and Thermochemistry
Chemistry
- Chemistry: Introduction
- Ionic Chemistry
- Medical Chemistry
- Organic Chemistry
Statistics
- Introduction to Statistics
- Statistics Part I:
- Measures of Association
- Introduction to Statistics and Contingency Tables
- Screening Tests
- Summarizing Quantitative Variables and Comparing Distributions
- Standardizing Data and the Normal Distribution
- Linear Regression and Addressing Issues with Regression Assumptions
- Randomness and Survey Sampling
- Experiments and Observational Studies
- Introduction to Probability and General Rules of Probability
- Random Variables and Probability Models
- Statistics Part II:
- Sampling Distributions for Proportions and Means
- Confidence Intervals for Proportions and Testing Hypotheses about Proportions
- More about Hypothesis Tests and Comparing two Proportions
- Inference for Means and Comparing two Means
- Inference for Paired Data and Regression
- Categorical Data Analysis
- Statistical Biases
Calculus
- Calculus Methods: Gradients and First Principles
- Calculus Methods: Differentiation
- Quotient Rule, Chain Rule, and Product Rule
- Differentiation of Trigonometric Functions
- Differentiation of Exponential and Logarithmic Functions
- Implicit Differentiation
- Parametric Differentiation
- Differentiation of Inverse Functions
- Stationary Points
- Basic Integration
- Advanced Integration
- Calculation Methods: Exercises